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Line 187: Fortunately, most OPRFs support verifiability. For example, when using [[RSA]] blind signatures as the underlying construction, the client can, with the public key, verify the correctness of the resulting [[digital signature]]. When using [[Elliptic Curve]] or [[Diffie-Hellman]] based OPRFs, then knowing the public key ''y = g^<sup>x</sup>'', it is possible to use a second request to the OPRF server to create a [[zero-knowledge proof]] of correctness for the previous result. === Partially-oblivious PRF ===

Oblivious pseudorandom function: Difference between revisions